Vocabulary
SA Prisms and Cylinders
SA Pyramids and Cones
Volume
100
What do we call the constant used to calculate the circumference or area of a circle?
pi (3.14)
100
Find the Surface Area of a cylinder given...

r = 5 in., h = 2 in.


You answer must contain the SA formula.

SA = 3.14(5)^2 + 2(3.14)(5)(2)


SA = 141 in^2

100
Find the Surface Area of the square Pyramid given...


B = 64 m^2, P = 32 m, L = 6 m

SA = 64 + (1/2)(32)(6)


SA = 160 m^2

100
Find the Volume of the Rectangular Prism given...


B = 43 ft^2, h = 10 ft

V = 43(10)


V = 430 ft^3

200
The total amount of material needed to create a solid.
The Surface Area
200
Find the Surface Area of the Rectangular Prism given...


B = 36 m^2, P = 24 m, h = 3 m.

SA = 2(36) + 24(3)


SA = 144 m^2

200
Find the Surface Area of the Cone given...


r = 2 in., L = 5 in.

SA = 3.14(2)^2 + (1/2)(2)(3.14)(2)(5)


SA = 44 in^2

200
Find the Volume of the Sphere given...


r = 3 in.

V = (4/3)(3.14)(3)^2


V = 38 in^3

300
The total amount of storage within a solid.
The Volume.
300
Find the Surface Area of the Cylinder given...


r = 2 ft, h =10 ft

SA = (3.14)(2)^2 + 2(3.14)(2)(10)


SA = 138 ft^2

300
Find the Surface Area of the Rectangular Pyramid given...


B = 30 cm, P = 22 cm, L = 10 cm

SA = 30 + (1/2)(22)(10)


SA = 140 cm^2

300
Find the Volume of the Cone given...


r = 5 yd, h = 7 yd

V = (1/3)(3.14)(7)(5)^2


V = 183 yd^3 

400
In the surface area formula of a prism: SA = 2B + Ph.


What do B and P symbolize?

B = Area of the Base

P = Perimeter of the Base.

400
Find the Surface Area of the Triangular Prism given...


B = 22 yd^2, P = 1 yd, h = 7 yd

SA = 2(22) + (10)(7)


SA = 114 yd^2

400
Find the Surface Area of the Cone given...


Hint: Draw a Picture, you'll need the slant height!


r = 6 m, h = 4 m

SA = 3.14(6)^2 + (1/2)(2)(3.14)(6)(5)


SA = 207 m^2

400
Find the Volume of the Hexagonal Prism given...


B = 419 cm^2, h = 70 cm

V = 419(70)


V = 29,330 cm^3

500
In the Surface Area formula for a cone, SA = B + (1/2)(P)(L)


What does the L (lower case) symbolize?

Slant Height
500
Find the Surface Area of the Cube given...


The length of one edge = 5 m.

SA = 2(25) + (20)(5)


SA = 150 m^2

500
Find the Surface Area of the Square Pyramid given...


Hint: Draw a picture. You'll need the slant height!

base edge = 4 cm, h = 3 cm 



SA = (4)(4) + (1/2)(4 + 4 + 4 + 4)(5)


SA = 56 cm^2

500
Find the Volume of the Pyramid given...


B = 112 m^2, h = 10m 

V = (1/3)(112)(10)


V = 373 m^3

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